Results 131 to 140 of about 196,599 (152)
On Friction Damping Modeling Using Bilinear Hysteresis Elements
Journal of Vibration and Acoustics, 2002 Massless bilinear hysteresis elements are often used to model frictional energy dissipation in dynamic systems. These quasi-static elements possess only two describing parameters, the damper stiffness and the force at which it slips. Bilinear hysteresis elements capture the qualitative nature of friction-damped forced response, but sometimes have ...
E. J. Berger, C. M. Krousgrill
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The Response of an Oscillator With Bilinear Hysteresis to Stationary Random Excitation
Journal of Applied Mechanics, 1978 By applying the technique of stochastic averaging, a simple analytical result is obtained for the joint distribution of the displacement and velocity of a bilinear oscillator excited by a stationary random process. A comparison of theoretical results deduced from this distribution with corresponding digital simulation results shows that the theory is ...
J. B. Roberts
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Capability for Growth in Nonlinear Response of SDOF With Bilinear Hysteresis
Volume 8: Seismic Engineering, 2009 To approximate nonlinear response of structures subjected to an earthquake excitation, the displacement method in U.S. or the energy method in Japan has been practically used. However, unless these methods include the nature of dynamics of nonlinear structure well, the nonlinear response is not adequately calculated.
Tomoyo Taniguchi
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Stationary and non-stationary random vibration of oscillators with bilinear hysteresis
International Journal of Non-Linear Mechanics, 1996 The path integral solution (PIS) technique has been applied to calculate the response statistics of a white noise excited oscillator with bilinear hysteresis. It is shown that the PIS method provides an interesting alternative for investigating the random vibration of hysteretic oscillators. Computational aspects of the application of the PIS technique
Naess, A., Moe, V.
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Nonlinear dynamics of oscillators with bilinear hysteresis and sinusoidal excitation
Physica D: Nonlinear Phenomena, 2009 The authors investigate the transient and steady-state response of an oscillator with hysteretic restoring force and sinusoidal excitation. Hysteresis is modeled by using the bilinear model of Caughey with a hybrid system formulation. Stability and bifurcations of periodic orbits are studied using Poincaré maps.
Kalmár-Nagy, Tamás, Shekhawat, Ashivni
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Forced Oscillations of a Semi-Infinite Rod Exhibiting Weak Bilinear Hysteresis
Journal of Applied Mechanics, 1960 A first-order nonlinear solution is presented for the problem of forced sinusoidal oscillations of a semi-infinite bar exhibiting weak bilinear hysteresis.
T. K. Caughey
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Parametric resonance of a single-degree-of-freedom system with double bilinear hysteresis
International Journal of Non-Linear Mechanics, 1971 Abstract A simple pendulum with a hinge of double bilinear hysteretic restraining moment-rotation characteristic under parametric excitation is studied. In contrast with a linear system with viscous damping, a double bilinear hysteretic system leads, in general, to finite response under parametric resonance.
Asmis, K. G., Tso, W. K.
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Vibration of Frame Foundation With Bilinear Hysteresis for Rotating Machinery
Journal of Engineering for Industry, 1974 The vibration of a single-story frame with bilinear hysteresis supporting a rotating machine is analyzed. The excitation force caused by the rotating unbalanced mass of the machine has a frequency dependent amplitude. The bilinear hysteresis of the resisting force of the frame to the motion is derived from the bilinear moment-curvature relationship of ...
S. L. Lee, G. Tan, P. Karasudhi
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The Bilinear Product Model of Hysteresis Phenomena
Physica Scripta, 1989 In ferromagnetic materials non-reversible magnetization processes are represented by rather complex hysteresis curves. The phenomenological description of such curves needs the use of multi-valued, yet unambiguous, deterministic functions. The history dependent calculation of consecutive Everett-integrals of the two-variable Preisach-function can ...
György Kádár
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Nonstationary Response of Oscillators with Bilinear Hysteresis to Random Excitation
Stochastic Structural Dynamics, 2020 J. B. Roberts, A. H. Sadeghi
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